YY487 發表於 2022-8-25 12:22

sunhoo 發表於 2022-8-25 12:36

有D線路,營辦商會傾向於取消分段收費。佢覺得只做2蚊客都夠食,無謂以分段收費引來非全價客令佢賺少左

1320 發表於 2022-8-25 15:39

其實改25折, 最低消費2蚊已然會有改善, 10蚊以上既線就會開始有明顯差距

kei_hk 發表於 2022-8-25 16:30

1320 發表於 2022-8-25 15:39
其實改25折, 最低消費2蚊已然會有改善, 10蚊以上既線就會開始有明顯差距

改25折﹐同一時間最低消費$2﹐肯定好多人反對。

我有排都未到60歲﹐我都反對有最低$2。

試想一下﹐有幾多區內線係唔夠 $8﹐這一堆線改為 25%﹐這班客仔自然有著數﹐比起現時仲平﹐反對改制式的聽音自然減少。

要推行改革﹐都要有D甜頭比人的。

WR309 發表於 2022-8-25 16:44

MCMoore 發表於 2022-8-25 12:13
其實2蚊用咗幾多億公帑,近年增加咗嘅開支又用咗幾多億,公佈個數出街大家自有判斷,而家係有啲數收收埋埋 ...

2021/22:14.18億
2022/23:預計60.39億(因降低咗門檻去60歲)
立法會文件預測去到2031年, 開支最少去到86億

其實變相間接補貼咗各大營辦商,
補貼比例應該係渡輪公司先食得多,
呢個政策原意係好, 實在太多濫用

而市面流通嘅非記名長者八仔亦出奇地多,
條數係合資格長者人口嘅接近三倍

TPCYP 發表於 2022-8-25 16:50

本帖最後由 TPCYP 於 2022-8-25 17:06 編輯

1320 發表於 2022-8-25 15:39
其實改25折, 最低消費2蚊已然會有改善, 10蚊以上既線就會開始有明顯差距
全部半價再半價最公平,不論平貴線, 唔駛再加咩最低消費$2, 咁樣中間有D位會平過$4以下唔公平。用家自自然然會移返去平線。
例子如下

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
好處:
- 長者可有比現時更平嘅選擇
- 即使長者繼續用長途線作區內用途,政府公帑補貼較少

Happypig375 發表於 2022-8-25 16:51

MCMoore 發表於 2022-8-25 12:13
其實2蚊用咗幾多億公帑,近年增加咗嘅開支又用咗幾多億,公佈個數出街大家自有判斷,而家係有啲數收收埋埋 ...

民生支出要減少,騰出財源畀大陸割韭菜囉

大陸經濟下行,無錢喇

kay 發表於 2022-8-25 16:52

WR309 發表於 2022-8-25 16:44
2021/22:14.18億
2022/23:預計60.39億(因降低咗門檻去60歲)
立法會文件預測去到2031年, 開支最少去到 ...

2031年到86億但依家一年九巴總成本先60幾億
即係如果全部錢收唔返
長者補貼夠開多個間巴士公司
全民免費搭;P

不過政策洗大左
又比人孤立為巴士係主因
間接幫小巴同渡輪甩身
成件事背後應該無咁簡單

TPCYP 發表於 2022-8-25 17:02

kay 發表於 2022-8-25 16:52
2031年到86億但依家一年九巴總成本先60幾億
即係如果全部錢收唔返
長者補貼夠開多個間巴士公司


好簡單,
制定政策嗰啲有幾可搭公共交通工具,有幾可好似我哋普通人咁點諗點搭平車。唔用腦嘅求其UP個看似幫長者嘅政策,利益得益者(公共交通營辦商)一定唔會出聲

kei_hk 發表於 2022-8-25 17:03

TPCYP 發表於 2022-8-25 16:50
全部半價再半價最公平,不論平貴線, 唔駛再咩最低消費$2, 咁樣中間有D位會平過$4以下唔公平。用家自自然然 ...

正解

一定有人睇錢份上﹐區內出行就用番區內線﹐使用者可以支出少D﹐政府又可支出少D。
只要區內線係 $8以下﹐使用者就會比現時慳到錢。

而且﹐在這個方式提供優惠補貼﹐亦可以增加長者們正確使用雙向分段收費﹐一舉多得。:victory:
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